Clifford代数Cl_（p,q）的幂等元
Clifford대수Cl_（p,q）적멱등원
Idempotent element of clifford algebra CIp,q
  • 万方数据
    长春工业大学学报：自然科学版 장춘공업대학학보：자연과학판
    Journal of Changchun Univ of Technol
    2012年 4期 371-373 ,共3页

    张桂颖%纪云龙%李武明

    장계영%기운룡%리무명

    Clifford代数%零因子%中心%幂等元%双环 Clifford代數%零因子%中心%冪等元%雙環
    Clifford대수%령인자%중심%멱등원%쌍배
    clifford algebra%zero factor%center%idempotent element%double ring.
    给出了Clifford代数Clp,q有非平凡幂等元的4个等价命题,指出非可除Clp,q均有非平凡幂等元。并利用幂等元的性质给出Clp,q具有双环结构的一个充分条件。
    급출료Clifford대수Clp,q유비평범멱등원적4개등개명제,지출비가제Clp,q균유비평범멱등원。병이용멱등원적성질급출Clp,q구유쌍배결구적일개충분조건。
    Four equivalent propositions of the clifford algebra Clp,q with non-trivial idempotent element are proposed here, and we prove that the non-divisible Clp.q has non-trivial idempotent element. With the properties of idempotent element, we give a sufficient condition of Clp,q which has double ring structure.
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